This paper investigates a new exact method for constructing optimal covering arrays based on first encoding the problem as a Partial MaxSAT instance, and then solving the resulting instance with a state-of-the-art MaxSAT solver. To this end, we define an original MaxSAT encoding for covering arrays, and report on the experimentation performed to evaluate our MaxSAT-based approach. The obtained results indicate that MaxSAT is a good alternative for constructing optimal covering arrays, and it is worth to further investigate this new research direction in the area of combinatorial designs. © 2013 The authors and IOS Press. All rights reserved.Peer Reviewe
Covering arrays are combinatorial structures which extend the notion of orthogonal arrays and have a...
Covering arrays are combinatorial objects that have been successfully applied in the design of test ...
A covering array of size N, strength t, degree k, and order v is a k × N array on v symbols in which...
Abstract. Covering arrays can be applied to the testing of software, hardware and advanced materials...
We present a Satisfiability (SAT)-based approach for building Mixed Covering Arrays with Constraints...
Covering arrays have become a key piece in Combinatorial Testing. In particular, we focus on the eff...
Abstract. This paper presents a new Memetic Algorithm (MA) de-signed to compute near-optimal solutio...
International audienceA covering array CA(N ; t, k, v) of strength t is an N × k array of symbols fr...
A covering array CA(N; t, k, v) of strength t is an N × k array of symbols from an alphabet of size ...
AbstractThis paper describes constructions for strength-2 mixed covering arrays developed from index...
The minimum number of rows in covering arrays (equivalently, surjective codes) and radius-covering a...
A covering array CA(N;t, k, v) is an N×k array with entries in {1,2,...,v}, for which every N×t suba...
AbstractA covering array CA(N;t,k,v) is an N×k array such that every N×t sub-array contains all t-tu...
AbstractThe minimum number of rows in covering arrays (equivalently, surjective codes) and radius-co...
AbstractThe construction of covering arrays with the fewest rows remains a challenging problem. Most...
Covering arrays are combinatorial structures which extend the notion of orthogonal arrays and have a...
Covering arrays are combinatorial objects that have been successfully applied in the design of test ...
A covering array of size N, strength t, degree k, and order v is a k × N array on v symbols in which...
Abstract. Covering arrays can be applied to the testing of software, hardware and advanced materials...
We present a Satisfiability (SAT)-based approach for building Mixed Covering Arrays with Constraints...
Covering arrays have become a key piece in Combinatorial Testing. In particular, we focus on the eff...
Abstract. This paper presents a new Memetic Algorithm (MA) de-signed to compute near-optimal solutio...
International audienceA covering array CA(N ; t, k, v) of strength t is an N × k array of symbols fr...
A covering array CA(N; t, k, v) of strength t is an N × k array of symbols from an alphabet of size ...
AbstractThis paper describes constructions for strength-2 mixed covering arrays developed from index...
The minimum number of rows in covering arrays (equivalently, surjective codes) and radius-covering a...
A covering array CA(N;t, k, v) is an N×k array with entries in {1,2,...,v}, for which every N×t suba...
AbstractA covering array CA(N;t,k,v) is an N×k array such that every N×t sub-array contains all t-tu...
AbstractThe minimum number of rows in covering arrays (equivalently, surjective codes) and radius-co...
AbstractThe construction of covering arrays with the fewest rows remains a challenging problem. Most...
Covering arrays are combinatorial structures which extend the notion of orthogonal arrays and have a...
Covering arrays are combinatorial objects that have been successfully applied in the design of test ...
A covering array of size N, strength t, degree k, and order v is a k × N array on v symbols in which...